Answer:
86.4%
Explanation:
the original marked price is m
then with a sales discount of 20%
the (pre-sales tax) sale price is 100%−20%=80% of
The post-sales tax price is the pre-sales tax price plus 8%,
that is the post-sales tax price is 108%=1.08 of the pre-sales tax price.
Therefore the final cost (i.e. the post-tax price) is
Answer:
$16.21
Explanation:
Worth of the stock is the present value of all the cash flows associated with the stock. Dividend is the only cash flow that a stock holder receives against its investment in the stocks. We need to calculate the present values of all the dividend payments.
Dividend Payment $1.10
Growth rate first 3 years 10%
Growth rate first 4 years 3.2%
Required rate of return 12%
Dividend Discount Factor PV Factor
First year Dividend $1.21 0.892857143 $1.08
Second year Dividend $1.33 0.797193878 $1.06
Third year Dividend $1.46 0.711780248 $1.04
Fourth year Dividend $1.61 0.635518078 $1.02
Stock value after fourth year = $18.89 0.635518078 <u>$12.00 </u>
Stock Value <u>$16.21 </u>
Answer:
The correct answer is letter "C": the firm is at the bottom of its short run average cost curve.
Explanation:
Competitive firms are companies that accept the equilibrium price of a given good or service within a market. If they try to raise the price, they will not be able to sell their products. It is said that <em>in the long term a competitive firm is at the bottom of its short-run average cost curve because it portraits the most efficient level of production</em>. That curve shows the optimal least-cost input combination for producing output.
Answer:
Addison will have $ 1,661 in her account in nine years.
Explanation:
This problem requires us to calculate value of our investment of $ 1000 dollars after nine years. The interest on the investment is 5.8% compounded annually.
This problem can be solved by using simple compounding formula given below.
Future Value = Present Value (1+interest rate%)^-period
Future Value = 1,000 (1+5.8)^9
Future = $ 1,661
